Each coordinate in the plane, can be mapped onto a complex number, e.g. (1,1) maps to 1+i. A complex function is something that takes a complex number as input and spits out another complex number as output. The Mathematica program applies a complex function to each point in the complex plane and plots a color according to the argument of the number returned.
We invite you to download the mathematica notebook to try and use yourself.
Some sample plots are displayed below.
Recent Blog Posts
- New publication: “Modeling deformation and chaining of flexible shells in a nematic solvent with finite elements on an adaptive moving mesh”
- SoftMatterTheory Group Judging the Science and Engineering Fair in Somerville High School
- Helping out at the Fenway High science fair
- The Soft Matter Theorists Attend GBASM
- New Publication: Computing equilibrium states of cholesteric liquid crystals in elliptical channels with deflation algorithms
Questions/FeedbackEmail us at firstname.lastname@example.org